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Available on Tape and
Reel For Pick and Place
Manufacturing.
Model XDL20-8-140S
Rev. A
TYPICAL PERFORMANCE: 500 M H z. To 2500 MHz.
AVERAGE DELAY
The average delay is defined as the group delay of the input signal through the delay line. Because the Xinger delay
lines take advantage of a narrow band tuning technique, the average delay over the broad band varies. Because the
XDL20-8-140 is tuned at 2.0GHz, the average delay in that range is larger than at 1.0 GHz and specifications reflect
this variation. The lot-to-lot variation is reflected in the plus/minus toleran ce given in specifications.
Refer to Anaren Application Note AAN-232 for further information on Xinger delay lines.
MOUNTING GUIDELINES:
XDL20-8-140* Mounting Footprint
Dimensions are in Inches [M illimeters]
2X 50
Transmission
Line
2X .076 SQ
[1.93]
To insure proper electrical and thermal performance
there must be a ground plane with 100%
solder c onnection underneath the part
2X Ø.116
[2.95]
.869
[22.06]
.848
[21.54]
.889
[22.58] Multiple
plated thru holes
to ground
2X .037
[0.94]
2X .037
[0.94]
In order for Xinger surface mount delay lines to work
optimally, there must be 50Ω transmission lines leading to
and from all of the RF ports. Also, there must be a very
good ground plane under the part with a number of plated
thru holes to ensure proper electrical performance. If any
of these conditions are not satisfied, insertion loss,
average delay and VSWR may not meet published
specifications.
When a surface mount delay line is mounted to a printed
circuit board (PCB), the primary concerns are; insuring
the RF pads of the device are in contact with the circuit
trace of the PCB and the ground plane of neither the
component nor the PCB are in contact with the RF signal.
An example of how the PCB footprint could look is shown
below. In particular designs, the 50Ω lines need to be
adjusted to the unique dielectric coefficients and
thicknesses as well as varying pick and place equipment
tolerances.